{
 "cells": [
  {
   "attachments": {},
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   "id": "55822295",
   "metadata": {},
   "source": [
    "![Finance Toolkit](https://github.com/JerBouma/FinanceToolkit/assets/46355364/198d47bd-e1b3-492d-acc4-5d9f02d1d009)\n",
    "\n",
    "**The FinanceToolkit** is an open-source toolkit in which all relevant financial ratios (100+), indicators and performance measurements are written down in the most simplistic way allowing for complete transparency of the calculation method. This allows you to not have to rely on metrics from other providers and, given a financial statement, allow for efficient manual calculations. This leads to one uniform method of calculation being applied that is available and understood by everyone."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2937a8f2",
   "metadata": {},
   "source": [
    "# Installation\n",
    "To install the FinanceToolkit it simply requires the following:\n",
    "\n",
    "```\n",
    "pip install financetoolkit -U\n",
    "```\n",
    "\n",
    "From within Python use:\n",
    "\n",
    "```python\n",
    "from financetoolkit import Toolkit\n",
    "```\n",
    " \n",
    "To be able to get started, you need to obtain an API Key from FinancialModelingPrep. This is used to gain access to 30+ years of financial statement both annually and quarterly. Note that the Free plan is limited to 250 requests each day, 5 years of data and only features companies listed on US exchanges.\n",
    "\n",
    "___ \n",
    "\n",
    "<b><div align=\"center\">Obtain an API Key from FinancialModelingPrep <a href=\"https://www.jeroenbouma.com/fmp\" target=\"_blank\">here</a>.</div></b>\n",
    "___\n",
    "\n",
    "Through the link you are able to subscribe for the free plan and also premium plans at a **15% discount**. This is an affiliate link and thus supports the project at the same time. I have chosen FinancialModelingPrep as a source as I find it to be the most transparent, reliable and at an affordable price. When you notice that data is inaccurate or have any other issue related to the data, note that I simply provide the means to access this data and I am not responsible for the accuracy of the data itself. For this, use <a href=\"https://site.financialmodelingprep.com/contact\" target=\"_blank\">their contact form</a> or provide the data yourself. \n",
    "\n",
    "The current Notebook is revolved around the Risk class. If you are interested in the other modules, you can find the related Notebooks below. **Find the documentation <a href=\"https://www.jeroenbouma.com/projects/financetoolkit/docs/risk\" target=\"_blank\">here</a> which includes an explanation about the risk metrics, the parameters and an example.**\n",
    "\n",
    "<style>\n",
    ".button {\n",
    "  color: #fff !important;\n",
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    "\n",
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    "a:hover {\n",
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    "\n",
    "<div style=\"display: flex; justify-content: space-between;\" class=\"show-on-desktop\">\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//getting-started\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\"\">Toolkit</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//discovery-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Discovery</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//ratios-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Ratios</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//models-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Models</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//options-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Options</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//technicals-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Technicals</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//risk-module\" target=\"_blank\" class=\"button button-current\" style=\"flex: 1;margin-right:5px\">Risk</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//performance-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Performance</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//economics-module\"  target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Economics</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//fixed-income-module\" target=\"_blank\" class=\"button\" style=\"flex: 1;margin-right:5px\">Fixed income</a>\n",
    "    <a href=\"https://www.jeroenbouma.com/projects/financetoolkit//portfolio-module\" target=\"_blank\" class=\"button\" style=\"flex: 1; \">Portfolio</a>\n",
    "</div>"
   ]
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  {
   "cell_type": "code",
   "execution_count": null,
   "id": "11269a00",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "from financetoolkit import Toolkit\n",
    "\n",
    "API_KEY = \"FINANCIAL_MODELING_PREP_API_KEY\""
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a3f7fc24",
   "metadata": {},
   "source": [
    "The Risk module is meant to calculate important risk metrics such as Value at Risk (VaR), Conditional Value at Risk (cVaR), Maximum Drawdown, Correlations, Beta, GARCH, EWMA and more."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b3507cb1",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Initialize the Toolkit with company tickers\n",
    "companies = Toolkit(\n",
    "    [\"MSFT\", \"AAPL\", \"AMZN\", \"META\"], api_key=API_KEY, start_date=\"2013-01-01\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d744cb8",
   "metadata": {},
   "source": [
    "An important measurement is that of Value at Risk (VaR) and Conditional Value at Risk (cVaR) in which the former is the maximum loss that can be expected with a certain probability (e.g. 95%) and the latter is the expected loss given that the loss is greater than the VaR. Understanding the potential tail risk you take is crucial for any investment.\n",
    "\n",
    "By default, you will acquire the `yearly` or `quarterly` results (if `quarterly=True`) but you als have the option to obtain the `monthly` and `weekly` results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8fbae59e",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Obtaining historical data: 100%|██████████| 5/5 [00:00<00:00,  9.51it/s]\n"
     ]
    },
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>MSFT</th>\n",
       "      <th>AAPL</th>\n",
       "      <th>AMZN</th>\n",
       "      <th>META</th>\n",
       "      <th>Benchmark</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2012-01</th>\n",
       "      <td>-0.0132</td>\n",
       "      <td>-0.0177</td>\n",
       "      <td>-0.0262</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0052</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-02</th>\n",
       "      <td>-0.0108</td>\n",
       "      <td>-0.0231</td>\n",
       "      <td>-0.0772</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0074</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-03</th>\n",
       "      <td>-0.0112</td>\n",
       "      <td>-0.0196</td>\n",
       "      <td>-0.0188</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0109</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-04</th>\n",
       "      <td>-0.0229</td>\n",
       "      <td>-0.0416</td>\n",
       "      <td>-0.0281</td>\n",
       "      <td>0.0</td>\n",
       "      <td>-0.0168</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2012-05</th>\n",
       "      <td>-0.0232</td>\n",
       "      <td>-0.0288</td>\n",
       "      <td>-0.0256</td>\n",
       "      <td>-0.103</td>\n",
       "      <td>-0.0155</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-05</th>\n",
       "      <td>-0.0112</td>\n",
       "      <td>-0.0344</td>\n",
       "      <td>-0.0216</td>\n",
       "      <td>-0.0217</td>\n",
       "      <td>-0.0126</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-06</th>\n",
       "      <td>-0.0082</td>\n",
       "      <td>-0.0192</td>\n",
       "      <td>-0.0203</td>\n",
       "      <td>-0.0193</td>\n",
       "      <td>-0.0112</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-07</th>\n",
       "      <td>-0.0101</td>\n",
       "      <td>-0.0149</td>\n",
       "      <td>-0.0162</td>\n",
       "      <td>-0.0251</td>\n",
       "      <td>-0.0059</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-08</th>\n",
       "      <td>-0.017</td>\n",
       "      <td>-0.0224</td>\n",
       "      <td>-0.0506</td>\n",
       "      <td>-0.0265</td>\n",
       "      <td>-0.0112</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025-09</th>\n",
       "      <td>-0.0255</td>\n",
       "      <td>-0.0104</td>\n",
       "      <td>-0.016</td>\n",
       "      <td>-0.0049</td>\n",
       "      <td>-0.0074</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>165 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "           MSFT    AAPL    AMZN    META  Benchmark\n",
       "2012-01 -0.0132 -0.0177 -0.0262     0.0    -0.0052\n",
       "2012-02 -0.0108 -0.0231 -0.0772     0.0    -0.0074\n",
       "2012-03 -0.0112 -0.0196 -0.0188     0.0    -0.0109\n",
       "2012-04 -0.0229 -0.0416 -0.0281     0.0    -0.0168\n",
       "2012-05 -0.0232 -0.0288 -0.0256  -0.103    -0.0155\n",
       "...         ...     ...     ...     ...        ...\n",
       "2025-05 -0.0112 -0.0344 -0.0216 -0.0217    -0.0126\n",
       "2025-06 -0.0082 -0.0192 -0.0203 -0.0193    -0.0112\n",
       "2025-07 -0.0101 -0.0149 -0.0162 -0.0251    -0.0059\n",
       "2025-08  -0.017 -0.0224 -0.0506 -0.0265    -0.0112\n",
       "2025-09 -0.0255 -0.0104  -0.016 -0.0049    -0.0074\n",
       "\n",
       "[165 rows x 5 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.risk.get_conditional_value_at_risk(period=\"monthly\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46d63adf",
   "metadata": {},
   "source": [
    "These parameters also have the ability to show (lagged) growth e.g. for the Ulcer Index, which is a financial metric used to assess the risk and volatility of an investment portfolio or asset, it is possible to show the growth over time on a yearly basis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "fb0138f6",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th>MSFT</th>\n",
       "      <th>AAPL</th>\n",
       "      <th>AMZN</th>\n",
       "      <th>META</th>\n",
       "      <th>Benchmark</th>\n",
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       "  </thead>\n",
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       "    <tr>\n",
       "      <th>2012</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>2013</th>\n",
       "      <td>0.0314</td>\n",
       "      <td>-0.011</td>\n",
       "      <td>-0.1491</td>\n",
       "      <td>-0.4481</td>\n",
       "      <td>-0.2915</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2014</th>\n",
       "      <td>-0.3646</td>\n",
       "      <td>-0.3945</td>\n",
       "      <td>0.8827</td>\n",
       "      <td>-0.1937</td>\n",
       "      <td>0.1945</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2015</th>\n",
       "      <td>0.657</td>\n",
       "      <td>0.4532</td>\n",
       "      <td>-0.586</td>\n",
       "      <td>-0.2933</td>\n",
       "      <td>0.3733</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016</th>\n",
       "      <td>-0.1577</td>\n",
       "      <td>-0.0237</td>\n",
       "      <td>0.9</td>\n",
       "      <td>0.1603</td>\n",
       "      <td>-0.364</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2017</th>\n",
       "      <td>-0.5485</td>\n",
       "      <td>-0.457</td>\n",
       "      <td>-0.5344</td>\n",
       "      <td>-0.5497</td>\n",
       "      <td>-0.5477</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2018</th>\n",
       "      <td>1.3712</td>\n",
       "      <td>1.5668</td>\n",
       "      <td>1.5634</td>\n",
       "      <td>3.0797</td>\n",
       "      <td>4.2059</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019</th>\n",
       "      <td>-0.4883</td>\n",
       "      <td>-0.4338</td>\n",
       "      <td>-0.3972</td>\n",
       "      <td>-0.4832</td>\n",
       "      <td>-0.5556</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020</th>\n",
       "      <td>2.039</td>\n",
       "      <td>0.9483</td>\n",
       "      <td>0.4374</td>\n",
       "      <td>0.9331</td>\n",
       "      <td>2.7379</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2021</th>\n",
       "      <td>-0.559</td>\n",
       "      <td>-0.44</td>\n",
       "      <td>-0.2039</td>\n",
       "      <td>-0.4203</td>\n",
       "      <td>-0.7664</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2022</th>\n",
       "      <td>1.4894</td>\n",
       "      <td>0.788</td>\n",
       "      <td>1.532</td>\n",
       "      <td>2.2088</td>\n",
       "      <td>2.5607</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2023</th>\n",
       "      <td>-0.4794</td>\n",
       "      <td>-0.5058</td>\n",
       "      <td>-0.553</td>\n",
       "      <td>-0.7017</td>\n",
       "      <td>-0.5811</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2024</th>\n",
       "      <td>0.0459</td>\n",
       "      <td>0.0259</td>\n",
       "      <td>-0.182</td>\n",
       "      <td>0.1767</td>\n",
       "      <td>-0.1862</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2025</th>\n",
       "      <td>0.0863</td>\n",
       "      <td>0.7053</td>\n",
       "      <td>0.4897</td>\n",
       "      <td>0.4056</td>\n",
       "      <td>0.9232</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "        MSFT    AAPL    AMZN    META  Benchmark\n",
       "2012     NaN     NaN     NaN     NaN        NaN\n",
       "2013  0.0314  -0.011 -0.1491 -0.4481    -0.2915\n",
       "2014 -0.3646 -0.3945  0.8827 -0.1937     0.1945\n",
       "2015   0.657  0.4532  -0.586 -0.2933     0.3733\n",
       "2016 -0.1577 -0.0237     0.9  0.1603     -0.364\n",
       "2017 -0.5485  -0.457 -0.5344 -0.5497    -0.5477\n",
       "2018  1.3712  1.5668  1.5634  3.0797     4.2059\n",
       "2019 -0.4883 -0.4338 -0.3972 -0.4832    -0.5556\n",
       "2020   2.039  0.9483  0.4374  0.9331     2.7379\n",
       "2021  -0.559   -0.44 -0.2039 -0.4203    -0.7664\n",
       "2022  1.4894   0.788   1.532  2.2088     2.5607\n",
       "2023 -0.4794 -0.5058  -0.553 -0.7017    -0.5811\n",
       "2024  0.0459  0.0259  -0.182  0.1767    -0.1862\n",
       "2025  0.0863  0.7053  0.4897  0.4056     0.9232"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "companies.risk.get_ulcer_index(period=\"yearly\", growth=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77602ab3",
   "metadata": {},
   "source": [
    "With these functions, it becomes relatively easy to understand the returns of each asset as opposed to the risk taken by looking at the Maximum Drawdown."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "f3835936",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "(companies.get_historical_data(period=\"weekly\")[\"Return\"] * 100).plot(\n",
    "    figsize=(15, 3),\n",
    "    title=\"Returns for Tesla, Apple, Amazon, META and the Benchmark\",\n",
    "    grid=True,\n",
    "    xlabel=\"Date\",\n",
    "    ylabel=\"Returns (%)\",\n",
    "    colormap=\"coolwarm\",\n",
    ")\n",
    "\n",
    "plt.legend(loc=\"upper right\")\n",
    "\n",
    "(companies.risk.get_maximum_drawdown(period=\"quarterly\") * 100).plot.area(\n",
    "    stacked=False,\n",
    "    figsize=(15, 3),\n",
    "    title=\"Maximum Drawdown\",\n",
    "    xlabel=\"Date\",\n",
    "    ylabel=\"Drawdown (%)\",\n",
    "    colormap=\"coolwarm\",\n",
    ")\n",
    "\n",
    "plt.legend(loc=\"upper right\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a21bb739",
   "metadata": {},
   "source": [
    "Using the individual models with your own DataFrames is also a possibility thanks to the architecture of the Finance Toolkit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "61599cb1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Stock A</th>\n",
       "      <th>Stock B</th>\n",
       "      <th>Stock C</th>\n",
       "      <th>Stock D</th>\n",
       "      <th>Stock E</th>\n",
       "      <th>Stock F</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Standard Deviation</th>\n",
       "      <td>0.08821543222113964</td>\n",
       "      <td>0.08413087741814768</td>\n",
       "      <td>0.08662407973217075</td>\n",
       "      <td>0.0937286222448179</td>\n",
       "      <td>0.08625921059272444</td>\n",
       "      <td>0.09432549775045428</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Skewness</th>\n",
       "      <td>-0.3027062148307057</td>\n",
       "      <td>0.05053140281362072</td>\n",
       "      <td>-0.061004708480634655</td>\n",
       "      <td>-0.1173908260471284</td>\n",
       "      <td>-0.010269303664839977</td>\n",
       "      <td>-0.12665217622676592</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kurtosis</th>\n",
       "      <td>-1.089305114933322</td>\n",
       "      <td>-1.0633743930125537</td>\n",
       "      <td>-0.9906912081025396</td>\n",
       "      <td>-1.2386237675714218</td>\n",
       "      <td>-1.2906619347822095</td>\n",
       "      <td>-1.3038603094677401</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Max Drawdown</th>\n",
       "      <td>-0.42830428606449333</td>\n",
       "      <td>-0.6452670082787249</td>\n",
       "      <td>-0.5948222590782846</td>\n",
       "      <td>-0.6028630535289301</td>\n",
       "      <td>-0.8447802941456009</td>\n",
       "      <td>-0.7132807101295089</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Value at Risk</th>\n",
       "      <td>-0.131</td>\n",
       "      <td>-0.131</td>\n",
       "      <td>-0.14</td>\n",
       "      <td>-0.14</td>\n",
       "      <td>-0.14</td>\n",
       "      <td>-0.15</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Expected Shortfall</th>\n",
       "      <td>0.20704554551247006</td>\n",
       "      <td>0.18199241530283844</td>\n",
       "      <td>0.19315171502743306</td>\n",
       "      <td>0.2112131983234194</td>\n",
       "      <td>0.1761478287222659</td>\n",
       "      <td>0.20334420604231013</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                Stock A             Stock B  \\\n",
       "Standard Deviation  0.08821543222113964 0.08413087741814768   \n",
       "Skewness            -0.3027062148307057 0.05053140281362072   \n",
       "Kurtosis             -1.089305114933322 -1.0633743930125537   \n",
       "Max Drawdown       -0.42830428606449333 -0.6452670082787249   \n",
       "Value at Risk                    -0.131              -0.131   \n",
       "Expected Shortfall  0.20704554551247006 0.18199241530283844   \n",
       "\n",
       "                                 Stock C             Stock D  \\\n",
       "Standard Deviation   0.08662407973217075  0.0937286222448179   \n",
       "Skewness           -0.061004708480634655 -0.1173908260471284   \n",
       "Kurtosis             -0.9906912081025396 -1.2386237675714218   \n",
       "Max Drawdown         -0.5948222590782846 -0.6028630535289301   \n",
       "Value at Risk                      -0.14               -0.14   \n",
       "Expected Shortfall   0.19315171502743306  0.2112131983234194   \n",
       "\n",
       "                                 Stock E              Stock F  \n",
       "Standard Deviation   0.08625921059272444  0.09432549775045428  \n",
       "Skewness           -0.010269303664839977 -0.12665217622676592  \n",
       "Kurtosis             -1.2906619347822095  -1.3038603094677401  \n",
       "Max Drawdown         -0.8447802941456009  -0.7132807101295089  \n",
       "Value at Risk                      -0.14                -0.15  \n",
       "Expected Shortfall    0.1761478287222659  0.20334420604231013  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import random\n",
    "\n",
    "from financetoolkit.risk import evar_model, risk_model, var_model\n",
    "\n",
    "random_seeds = {\n",
    "    \"Stock A\": random.seed(1),\n",
    "    \"Stock B\": random.seed(2),\n",
    "    \"Stock C\": random.seed(3),\n",
    "    \"Stock D\": random.seed(4),\n",
    "    \"Stock E\": random.seed(5),\n",
    "    \"Stock F\": random.seed(6),\n",
    "}\n",
    "\n",
    "return_statistics = {}\n",
    "\n",
    "\n",
    "for stock_name, random_seed in random_seeds.items():  # noqa\n",
    "    returns = pd.Series([random.randint(-15, 15) / 100 for _ in range(1, 100)])  # noqa\n",
    "\n",
    "    return_statistics[stock_name] = {}\n",
    "\n",
    "    return_statistics[stock_name][\"Standard Deviation\"] = returns.std()\n",
    "\n",
    "    return_statistics[stock_name][\"Skewness\"] = risk_model.get_skewness(returns=returns)\n",
    "\n",
    "    return_statistics[stock_name][\"Kurtosis\"] = risk_model.get_kurtosis(returns=returns)\n",
    "\n",
    "    return_statistics[stock_name][\"Max Drawdown\"] = risk_model.get_max_drawdown(\n",
    "        returns=returns\n",
    "    )\n",
    "\n",
    "    return_statistics[stock_name][\"Value at Risk\"] = var_model.get_var_historic(\n",
    "        returns=returns, alpha=0.05\n",
    "    )\n",
    "\n",
    "    return_statistics[stock_name][\"Expected Shortfall\"] = evar_model.get_evar_gaussian(\n",
    "        returns=returns, alpha=0.05\n",
    "    )\n",
    "\n",
    "pd.DataFrame(return_statistics)"
   ]
  }
 ],
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